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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABW0lEQVRoge2XQUrFMBCGv5RSygPXrjyAJ/HwnsOtC9FSSmxcdPIyVgRfk3kizgclaUkz+TOZmRYcx3Ecx3Ec57cIV7DRqf5qObkFXUq8AwPQW9izFtBLe6KIMDFgRZ5/lDa2NmDpgS4l3qQ/YrRZlgK2BW9pwuT4gLEHVI4brGxZB7G2Y2Kr1q0dJT3uFziqfs/mhZOMW+WKVNaGmkKWc/xlsyUZGrgFFrkiB8VUCaDs6pgSTz+eMe0WEbihCLlIRO0RWsVwFwJ3fC5YfYJHgAAPwAxMQCSc31vk+cDBGlEjIJ9h3V8oGWdQY2fgFXiRMToGonp2Ma08kHdSB7QO4olt8c8ybj/H4YBuWVyyGH2/nfdw3uWJrwKqsK0DJVir0+V3WH/MEQL3FO80F2EugBIjOU025RoCZoqAP+WBVQrUgNHug62AqFpdM5pi/VNv+kPvOI7jOI7z3/kAcYthAJICn7sAAAAASUVORK5CYII=) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.666666666667%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRoge2Z224URxCGvxqNRgsyGISMg0iwuOQueQm/hZ+Yp7C4QCZSEDJaNst6Khfd1dU7ntk5sB0RxSVZs55DVdfh/6t6Bh7kQf7fIv+CjSr73ZZUXkIqVe6ABqhL2CvtQB2Pj3EnjirFMxCL9D+cAQUKRR/KOlCpchszUCT6lFIaJUS8cAaWKK1wx1uGqTHc4xgYC9ZUvT1GpkulcKfKd2A1aWF6b3H9epU7he84Y01a22wHUBDhPBoad2K8VVZAI8Lz6Oy0wGQPzxIRngAo3KjyGWguLy9Xg7r0sP0Y+W/ASoTX8fzRO3YySIjQM1UU+BV4CTzlPp5WqqgGF34H3sRnc6mBp5muX4Bn8b4iGWiBLbAR4RTYKtwQUj4n9RXQxJpvYklugTWwib8nZWEJC5kTAAicqfIngAgv4gI2hxYf5yPDUg3sok77m1xCS7nZnNglYwGsJ5nOqgfAdTrvgN3iTk+mz1zhUjFj2xj5E1WuIUW2a6dR5TZef4sk2xb13ZJFHKMT7wjRWwOWiZXCDQoEFL9nPyNWNlbzixbv5n5cjJ1OcAZpiZGP91iU7doG+IqXziIZKqEKH8CmZqkCULgWuMAzk0ThJl7Ln+lSK3h5OsYGpM+BxBIJbIeOXQnnaxyYxlgNCioBJyMNjoxazYlep3ozIMIjbCYJi6kUrpPR7tGcdcnLpp9S8/t7gpMw5IyVpoDciaESMpq0Oq5E+I3xrWGtwvuBayAg8I5QNgZkd8aPwb7EDEiKfEMH8EMg7mLA/m843G3t2g4H6Da7ZkCv6TTEjvSVyw5veOn8HBYaA3bagQlc7JVcOHduZSHCBU69UxloOgYOKBiKmLNJqNtK4MIAG8vmpAe4RqdHp9FRUVVEBIy1JHZYL49cVkAbI49lR4SzeH2xE4sdiIt3HU6f+/zv59t03jPxGC+LoewelB+ZhSoCvf4twiucOq3D5jixBa4JmTgnjBvXQno25/riDlSq3IlwKnAW9dhMYw2s6Xkuj/QuLh5Vbm1/wcxxeskwVxEaHKp8wWlzTXe26e+2LbC5urraAF9V+WgDIOM0fU/mDnMW+ed4M7Juu2a/yawUvkWw/gH8BXxivzPXZC8HVPkQdU/elc1/KxEi/xmP/LCxkXmHbIuqyocl71FnY0DgFEkT5OFtYDbHDEjqLTHyhpvJgZ3rQN7McvrrT/V4Bro6bb9QbFOf74Xt/2FDnoGxuX6e3kyWvpWYRnMBwO+yBY45MbsbF3ljnCSAMsfJ4r3vkJT9wOHls/8K5ohS+gsNFIw+lHWgjVvAYtGHshjYZceWQhko/aG76EfuB/kZ5B8zt4JWRxYixwAAAABJRU5ErkJggg==) 23 23, auto;}
72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.333333333333%,97.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuklEQVRoge2Y227UMBCGv7GiVdiWVi2quOIBEA/C+19xjbhEQhyWVbWkGS48XjtpzsRIq+aXot1tx3PyeOaPYcOGlw35DzZc8r3OqTwHnCpPwA4octjLHUBhe7wnBrEqsu8AClz0DnhkyT7kDcCp8stKKEv2yaXUkGY82w4sUeqIgdeMtUZlarOep9cwNwCn8ISCCK+BCjj1GRPhAd+BGJIjtFsBgVuTHZJfHoA5/4AviyEDFXC0T8yhqk9YhCtVfiPskvWrBxAy33BeVZ2ItI3VwKM5Hn4POiTCHb6MJk/suQHUNDNzAmqR3iKfWstB79x1i7hQTm6TlTdtyIGNTo+gMDpd4jvXRZE5p8of2+MbfBCr04k+hY5IwNol0G6lfWvL5G/3wGHC2rB+MqXoOgPnsW5cPkr5KfwGP6AeO5THtSlMjwjvgO+2tmsqhze4MO0rYsCdyevcARFeAXsb64Up/mz/3puCTq5ypgRp4PapyhcR3rYcagQQ5BW+NhIY+RdpEH0llDpYAM6yN6mGzcl7hU9m+CNwRPjGyLkzOnEN7Cxw76xQ4RtBY+e6HErHekWsyZPJDzHQEPjRjAUckqer9LrWpxwq+PLs/MyZA3MOlwOuVfkhwgeTPQA/ifU/1gQmNZCcg2yHPy+lGTzas+owWxyAqjLAQsFnLx1eg+8DS5GbSmzsckMHHM87xGyoalcLX0X3EJwqiu8ue9YlZ0Wiu2RiEHMjdQgYVdgxTpFDTx+7mUuZazlB/oz5txJwaxxpzEBKzO7wbbR3CotwRcz85MQuuZWYek1SJIz2hnhHdOqRD7oDbclyMxeMVMnvIUoQUNLv+Fy9DSw5hJOVGxN9n6xbR2+CLDfGLZySZ3UqkfelPvL54PyF3Ur4A5wt+5A3gNpeAbNlH/KegfStrn15uxo2Or3hH/EXUBsCBgfGh34AAAAASUVORK5CYII=) 23 23, auto;}
97.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur153759 1.25s linear infinite forwards;
}